🤖 AI Summary
Existing visual world models struggle to preserve information useful for downstream perception tasks while modeling future uncertainty. This work introduces stochastic flow matching in high-dimensional pretrained visual feature spaces—such as DINOv3—for the first time, constructing a stochastic world model equipped with a differentiable single-step projection mechanism tailored to this space to enable efficient training. By integrating temporal consistency constraints with task-driven optimization objectives, the proposed method substantially improves performance on perception tasks, enhances mode coverage in multimodal future prediction, and increases robustness in long-horizon forecasting across both synthetic and real-world benchmarks, demonstrating its effectiveness and generalizability.
📝 Abstract
World modeling requires forecasting uncertain futures while preserving information useful for
downstream perception. Existing visual world models often struggle to satisfy both goals:
VAE-based stochastic models operate in low-dimensional reconstruction latents, which can
limit perception performance, while deterministic predictors using strong pretrained features
collapse multimodal futures into a single blurry mean. In this work, we propose FlowWM, a
stochastic world model that performs flow matching directly within pretrained feature space
(e.g., DINOv3). This is challenging because pretrained features are substantially
high-dimensional, making standard diffusion recipes suboptimal. To address this, we
investigate the design choices needed for feature-space flow matching and introduce a
differentiable one-step projection mechanism that enables efficient training with temporal
consistency and task-driven objectives. We evaluate FlowWM on two benchmarks: a synthetic
benchmark for systematic evaluation of accuracy and diversity, and a real-world benchmark
FuturePerception. FlowWM improves perception performance, mode coverage, and horizon
robustness, validating our proposed design for stochastic world modeling in high-dimensional
feature spaces.